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In this video, the song dictated the path to explore Mandelbrot fractal.
We don't see many videos well synchronised with the music.
One thing for sure, it was a great adventure to realise it.

http://www.youtube.com/watch?feature=player_embedded&v=ikwejaXxYak (http://www.youtube.com/watch?feature=player_embedded&v=ikwejaXxYak)

Better video quality(151 Megs) available at:
http://www.spaciane.com/aasms/film.php (http://www.spaciane.com/aasms/film.php)

I don't see a way to download that for offline viewing.

nice trip, i am unsure if i read correctly, but i think i have spotted some errors at the beginning

some hints:

- x/y axis and real/imaginary - imaginary/y should be the y axis, and point up, x/real horizontal
(because the way you presented it, you should rotate your mandelbrot by 90° ;)

- the term "reaches never a value above 2 " is not correct, if you want to formulate it this way, better use 4 as bailout limit,
but even more better is to say, "no matter how big (n) the point never reaches infinity (it is not diverging, but be warned, it is
as well not "converging" because usually it is not a single point that is orbittet"

For song copyright matters(I had to contact the publisher to unlock sound on YouTube), I intentionally make it not downloadable to view offline.
Sorry for inconvenience.

In the introduction. I focused on "easy to understand how those complexe images are generated". But now, facing knowledgeable person, I realise a lack of rigour.
I naïvely thought real values were (+-)symmetric. Thank's for pointing it out.

And thanks for watching!
 

I published the HD version of my video. I think music is a good way to bring Mister NoName interest in fractals. If you like it, don't hesitate to share.

http://www.youtube.com/watch?v=JZI6ltZ35fw

Some specification:

	Original	HD
video size	640x480	1920x1080
codec	cinepak	H264
bit-rate	5000	16000
pixel calculated	512x384	1920x1080
introduction	Yes	No

Regards